// vertex fmt is {px,py,pz},{nx,ny,nz},{s,t},
/* @todo: nice to have
    bulb, directional, sunlight,
    speaker, music note,
    googlemaps icon, door, stairs
    ring (floor), >> arrow (floor),
    text, [!] trigger, */

#ifndef SHAPE_H
#define SHAPE_H

#ifndef F
#define F(A,B,C)   A,B,C,
#endif
#ifndef Q
#define Q(A,B,C,D) F(A,B,C) F(A,C,D)
#endif
#ifndef P
#define P(X,Y,Z)   (float)X,(float)Y,(float)Z,
#endif
#ifndef N
#define N(X,Y,Z)   //(float)X,(float)Y,(float)Z,
#endif
#ifndef S
#define S(X,Y)     //(float)X,(float)Y,
#endif

#define SHAPE_XMACRO(SHAPE) \
SHAPE(cube, \
    { F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,0,2) F(19,3,5) F(20,6,8) F(21,9,11) F(22,12,14) F(23,15,17) }, \
    { P(1.0,1.0,1.0)N(0.0,0.0,1.0)S(0.50,1.0) P(-1.0,1.0,1.0)N(0.0,0.0,1.0)S(1.0,1.0) P(-1.0,-1.0,1.0)N(0.0,0.0,1.0)S(1.0,0.0) P(-1.0,1.0,1.0)N(-1.0,0.0,0.0)S(0.50,1.0) P(-1.0,1.0,-1.0)N(-1.0,0.0,0.0)S(0.0,1.0) P(-1.0,-1.0,-1.0)N(-1.0,0.0,0.0)S(0.0,0.0) P(1.0,-1.0,-1.0)N(0.0,0.0,-1.0)S(0.0,0.0) P(-1.0,-1.0,-1.0)N(0.0,0.0,-1.0)S(0.50,0.0) P(-1.0,1.0,-1.0)N(0.0,0.0,-1.0)S(0.50,1.0) P(1.0,-1.0,-1.0)N(0.0,-1.0,0.0)S(0.0,0.0) P(1.0,-1.0,1.0)N(0.0,-1.0,0.0)S(0.0,1.0) P(-1.0,-1.0,1.0)N(0.0,-1.0,0.0)S(0.50,1.0) P(-1.0,1.0,-1.0)N(0.0,1.0,0.0)S(1.0,0.0) P(-1.0,1.0,1.0)N(0.0,1.0,0.0)S(1.0,1.0) P(1.0,1.0,1.0)N(0.0,1.0,0.0)S(0.50,1.0) P(1.0,1.0,-1.0)N(1.0,-0.0,0.0)S(0.50,1.0) P(1.0,1.0,1.0)N(1.0,-0.0,0.0)S(1.0,1.0) P(1.0,-1.0,1.0)N(1.0,-0.0,0.0)S(1.0,0.0) P(1.0,-1.0,1.0)N(-0.0,0.0,1.0)S(0.50,0.0) P(-1.0,-1.0,1.0)N(-1.0,0.0,0.0)S(0.50,0.0) P(1.0,1.0,-1.0)N(0.0,0.0,-1.0)S(0.0,1.0) P(-1.0,-1.0,-1.0)N(-0.0,-1.0,-0.0)S(0.50,0.0) P(1.0,1.0,-1.0)N(-0.0,1.0,0.0)S(0.50,0.0) P(1.0,-1.0,-1.0)N(1.0,0.0,0.0)S(0.50,0.0) } \
) \
 \
SHAPE(suzanne, \
    { F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,19,20) F(21,22,23) F(24,25,26) F(27,28,29) F(30,31,32) F(33,34,35) F(36,37,38) F(39,40,41) F(42,43,44) F(45,46,47) F(48,49,50) F(51,52,53) F(54,55,56) F(57,58,59) F(60,61,62) F(63,64,65) F(66,67,68) F(69,70,71) F(72,73,74) F(75,76,77) F(78,79,80) F(81,82,83) F(84,85,86) F(87,88,89) F(90,91,92) F(93,94,95) F(96,97,98) F(99,100,101) F(102,103,104) F(105,106,107) F(108,109,110) F(111,112,113) F(114,115,116) F(117,118,119) F(120,121,122) F(123,124,125) F(126,127,128) F(129,130,131) F(132,133,134) F(135,136,137) F(138,139,140) F(141,142,143) F(144,145,146) F(147,148,149) F(150,151,152) F(153,154,155) F(156,157,158) F(159,160,161) F(162,163,164) F(165,166,167) F(168,169,170) F(171,172,173) F(174,175,176) F(177,178,179) F(180,181,182) F(183,184,185) F(186,187,188) F(189,190,191) F(192,193,194) F(195,196,197) F(198,199,200) F(201,202,203) F(204,205,206) F(207,208,209) F(210,211,212) F(213,214,215) F(216,217,218) F(219,220,221) F(222,223,224) F(225,226,227) F(228,229,230) F(231,232,233) F(234,235,236) F(237,238,239) F(240,241,242) F(243,244,245) F(246,247,248) F(249,250,251) F(252,253,254) F(255,256,257) F(258,259,260) F(261,262,263) F(264,265,266) F(267,268,269) F(270,271,272) F(273,274,275) F(276,277,278) F(279,280,281) F(282,283,284) F(285,286,287) F(288,289,290) F(291,292,293) F(294,295,296) F(297,298,299) F(300,301,302) F(303,304,305) F(306,307,308) F(309,310,311) F(312,313,314) F(315,316,317) F(318,319,320) F(321,322,323) F(324,325,326) F(327,328,329) F(330,331,332) F(333,334,335) F(336,337,338) F(339,340,341) F(342,343,344) F(345,346,347) F(348,349,350) F(351,352,353) F(354,355,356) F(357,358,359) F(360,361,362) F(363,364,365) F(366,367,368) F(369,370,371) F(372,373,374) F(375,376,377) F(378,379,380) F(381,382,383) F(384,385,386) F(387,388,389) F(390,391,392) F(393,394,395) F(396,397,398) F(399,400,401) F(402,403,404) F(405,406,407) F(408,409,410) F(411,412,413) F(414,415,416) F(417,418,419) F(420,421,422) F(423,424,425) F(426,427,428) F(429,430,431) F(432,433,434) F(435,436,437) F(438,439,440) F(441,442,443) F(444,445,446) F(447,448,449) F(450,451,452) F(453,454,455) F(456,457,458) F(459,460,461) F(462,463,464) F(465,466,467) F(468,469,470) F(471,472,473) F(474,475,476) F(477,478,479) F(480,481,482) F(483,484,485) F(486,487,488) F(489,490,491) F(492,493,494) F(495,496,497) F(498,499,500) F(501,502,503) F(504,505,506) F(507,508,509) F(510,511,512) F(513,514,515) F(516,517,518) F(519,520,521) F(522,523,524) F(525,526,527) F(528,529,530) F(531,532,533) F(534,535,536) F(537,538,539) F(540,541,542) F(543,544,545) F(546,547,548) F(549,550,551) F(552,553,554) F(555,556,557) F(558,559,560) F(561,562,563) F(564,565,566) F(567,568,569) F(570,571,572) F(573,574,575) F(576,577,578) F(579,580,581) F(582,583,584) F(585,586,587) F(588,589,590) F(591,592,593) F(594,595,596) F(597,598,599) F(600,601,602) F(603,604,605) F(606,607,608) F(609,610,611) F(612,613,614) F(615,616,617) F(618,619,620) F(621,622,623) F(624,625,626) F(627,628,629) F(630,631,632) F(633,634,635) F(636,637,638) F(639,640,641) F(642,643,644) F(645,646,647) F(648,649,650) F(651,652,653) F(654,655,656) F(657,658,659) F(660,661,662) F(663,664,665) F(666,667,668) F(669,670,671) F(672,673,674) F(675,676,677) F(678,679,680) F(681,682,683) F(684,685,686) F(687,688,689) F(690,691,692) F(693,694,695) F(696,697,698) F(699,700,701) F(702,703,704) F(705,706,707) F(708,709,710) F(711,712,713) F(714,715,716) F(717,718,719) F(720,721,722) F(723,724,725) F(726,727,728) F(729,730,731) F(732,733,734) F(735,736,737) F(738,739,740) F(741,742,743) F(744,745,746) F(747,748,749) F(750,751,752) F(753,754,755) F(756,757,758) F(759,760,761) F(762,763,764) F(765,766,767) F(768,769,770) F(771,772,773) F(774,775,776) F(777,778,779) F(780,781,782) F(783,784,785) F(786,787,788) F(789,790,791) F(792,793,794) F(795,796,797) F(798,799,800) F(801,802,803) F(804,805,806) F(807,808,809) F(810,811,812) F(813,814,815) F(816,817,818) F(819,820,821) F(822,823,824) F(825,826,827) F(828,829,830) F(831,832,833) F(834,835,836) F(837,838,839) F(840,841,842) F(843,844,845) F(846,847,848) F(849,850,851) F(852,853,854) F(855,856,857) F(858,859,860) F(861,862,863) F(864,865,866) F(867,868,869) F(870,871,872) F(873,874,875) F(876,877,878) F(879,880,881) F(882,883,884) F(885,886,887) F(888,889,890) F(891,892,893) F(894,895,896) F(897,898,899) F(900,901,902) F(903,904,905) F(906,907,908) F(909,910,911) F(912,913,914) F(915,916,917) F(918,919,920) F(921,922,923) F(924,925,926) F(927,928,929) F(930,931,932) F(933,934,935) F(936,937,938) F(939,940,941) F(942,943,944) F(945,946,947) F(948,949,950) F(951,952,953) F(954,955,956) F(957,958,959) F(960,961,962) F(963,964,965) F(966,967,968) F(969,970,971) F(972,973,974) F(975,976,977) F(978,979,980) F(981,982,983) F(984,985,986) F(987,988,989) F(990,991,992) F(993,994,995) F(996,997,998) F(999,1000,1001) F(1002,1003,1004) F(1005,1006,1007) F(1008,1009,1010) F(1011,1012,1013) F(1014,1015,1016) F(1017,1018,1019) F(1020,1021,1022) F(1023,1024,1025) F(1026,1027,1028) F(1029,1030,1031) F(1032,1033,1034) F(1035,1036,1037) F(1038,1039,1040) F(1041,1042,1043) F(1044,1045,1046) F(1047,1048,1049) F(1050,1051,1052) F(1053,1054,1055) F(1056,1057,1058) F(1059,1060,1061) F(1062,1063,1064) F(1065,1066,1067) F(1068,1069,1070) F(1071,1072,1073) F(1074,1075,1076) F(1077,1078,1079) F(1080,1081,1082) F(1083,1084,1085) F(1086,1087,1088) F(1089,1090,1091) F(1092,1093,1094) F(1095,1096,1097) F(1098,1099,1100) F(1101,1102,1103) F(1104,1105,1106) F(1107,1108,1109) F(1110,1111,1112) F(1113,1114,1115) F(1116,1117,1118) F(1119,1120,1121) F(1122,1123,1124) F(1125,1126,1127) F(1128,1129,1130) F(1131,1132,1133) F(1134,1135,1136) F(1137,1138,1139) F(1140,1141,1142) F(1143,1144,1145) F(1146,1147,1148) F(1149,1150,1151) F(1152,1153,1154) F(1155,1156,1157) F(1158,1159,1160) F(1161,1162,1163) F(1164,1165,1166) F(1167,1168,1169) F(1170,1171,1172) F(1173,1174,1175) F(1176,1177,1178) F(1179,1180,1181) F(1182,1183,1184) F(1185,1186,1187) F(1188,1189,1190) F(1191,1192,1193) F(1194,1195,1196) F(1197,1198,1199) F(1200,1201,1202) F(1203,1204,1205) F(1206,1207,1208) F(1209,1210,1211) F(1212,1213,1214) F(1215,1216,1217) F(1218,1219,1220) F(1221,1222,1223) F(1224,1225,1226) F(1227,1228,1229) F(1230,1231,1232) F(1233,1234,1235) F(1236,1237,1238) F(1239,1240,1241) F(1242,1243,1244) F(1245,1246,1247) F(1248,1249,1250) F(1251,1252,1253) F(1254,1255,1256) F(1257,1258,1259) F(1260,1261,1262) F(1263,1264,1265) F(1266,1267,1268) F(1269,1270,1271) F(1272,1273,1274) F(1275,1276,1277) F(1278,1279,1280) F(1281,1282,1283) F(1284,1285,1286) F(1287,1288,1289) F(1290,1291,1292) F(1293,1294,1295) F(1296,1297,1298) F(1299,1300,1301) F(1302,1303,1304) F(1305,1306,1307) F(1308,1309,1310) F(1311,1312,1313) F(1314,1315,1316) F(1317,1318,1319) F(1320,1321,1322) F(1323,1324,1325) F(1326,1327,1328) F(1329,1330,1331) F(1332,1333,1334) F(1335,1336,1337) F(1338,1339,1340) F(1341,1342,1343) F(1344,1345,1346) F(1347,1348,1349) F(1350,1351,1352) F(1353,1354,1355) F(1356,1357,1358) F(1359,1360,1361) F(1362,1363,1364) F(1365,1366,1367) F(1368,1369,1370) F(1371,1372,1373) F(1374,1375,1376) F(1377,1378,1379) F(1380,1381,1382) F(1383,1384,1385) F(1386,1387,1388) F(1389,1390,1391) F(1392,1393,1394) F(1395,1396,1397) F(1398,1399,1400) F(1401,1402,1403) F(1404,1405,1406) F(1407,1408,1409) F(1410,1411,1412) F(1413,1414,1415) F(1416,1417,1418) F(1419,1420,1421) F(1422,1423,1424) F(1425,1426,1427) F(1428,1429,1430) F(1431,1432,1433) F(1434,1435,1436) F(1437,1438,1439) F(1440,1441,1442) F(1443,1444,1445) F(1446,1447,1448) F(1449,1450,1451) F(1452,1453,1454) F(1455,1456,1457) F(1458,1459,1460) F(1461,1462,1463) F(1464,1465,1466) F(1467,1468,1469) F(1470,1471,1472) F(1473,1474,1475) F(1476,1477,1478) F(1479,1480,1481) F(1482,1483,1484) F(1485,1486,1487) F(1488,1489,1490) F(1491,1492,1493) F(1494,1495,1496) F(1497,1498,1499) F(1500,1501,1502) F(1503,1504,1505) F(1506,1507,1508) F(1509,1510,1511) F(1512,1513,1514) F(1515,1516,1517) F(1518,1519,1520) F(1521,1522,1523) F(1524,1525,1526) F(1527,1528,1529) F(1530,1531,1532) F(1533,1534,1535) F(1536,1537,1538) F(1539,1540,1541) F(1542,1543,1544) F(1545,1546,1547) F(1548,1549,1550) F(1551,1552,1553) F(1554,1555,1556) F(1557,1558,1559) F(1560,1561,1562) F(1563,1564,1565) F(1566,1567,1568) F(1569,1570,1571) F(1572,1573,1574) F(1575,1576,1577) F(1578,1579,1580) F(1581,1582,1583) F(1584,1585,1586) F(1587,1588,1589) F(1590,1591,1592) F(1593,1594,1595) F(1596,1597,1598) F(1599,1600,1601) F(1602,1603,1604) F(1605,1606,1607) F(1608,1609,1610) F(1611,1612,1613) F(1614,1615,1616) F(1617,1618,1619) F(1620,1621,1622) F(1623,1624,1625) F(1626,1627,1628) F(1629,1630,1631) F(1632,1633,1634) F(1635,1636,1637) F(1638,1639,1640) F(1641,1642,1643) F(1644,1645,1646) F(1647,1648,1649) F(1650,1651,1652) F(1653,1654,1655) F(1656,1657,1658) F(1659,1660,1661) F(1662,1663,1664) F(1665,1666,1667) F(1668,1669,1670) F(1671,1672,1673) F(1674,1675,1676) F(1677,1678,1679) F(1680,1681,1682) F(1683,1684,1685) F(1686,1687,1688) F(1689,1690,1691) F(1692,1693,1694) F(1695,1696,1697) F(1698,1699,1700) F(1701,1702,1703) F(1704,1705,1706) F(1707,1708,1709) F(1710,1711,1712) F(1713,1714,1715) F(1716,1717,1718) F(1719,1720,1721) F(1722,1723,1724) F(1725,1726,1727) F(1728,1729,1730) F(1731,1732,1733) F(1734,1735,1736) F(1737,1738,1739) F(1740,1741,1742) F(1743,1744,1745) F(1746,1747,1748) F(1749,1750,1751) F(1752,1753,1754) F(1755,1756,1757) F(1758,1759,1760) F(1761,1762,1763) F(1764,1765,1766) F(1767,1768,1769) F(1770,1771,1772) F(1773,1774,1775) F(1776,1777,1778) F(1779,1780,1781) F(1782,1783,1784) F(1785,1786,1787) F(1788,1789,1790) F(1791,1792,1793) F(1794,1795,1796) F(1797,1798,1799) F(1800,1801,1802) F(1803,1804,1805) F(1806,1807,1808) F(1809,1810,1811) F(1812,1813,1814) F(1815,1816,1817) F(1818,1819,1820) F(1821,1822,1823) F(1824,1825,1826) F(1827,1828,1829) F(1830,1831,1832) F(1833,1834,1835) F(1836,1837,1838) F(394,393,1839) F(1840,1841,1842) F(1843,399,401) F(1844,1845,1846) F(1847,1848,407) F(1849,402,404) F(1850,1851,1852) F(1853,1854,1855) F(1856,1857,1858) F(1859,1860,1861) F(1862,1863,1864) F(1865,1866,1867) F(1868,1869,1870) F(1871,1872,1873) F(1874,1875,1876) F(1877,1878,1879) F(1880,1881,1882) F(1883,1884,1885) F(1886,1887,1888) F(1889,1890,1891) F(1892,1893,1894) F(1895,1896,1897) F(1898,1899,1900) F(1901,1902,1903) F(1904,1905,1906) F(1907,1908,1909) F(1910,1911,1912) F(1913,1914,1915) F(1916,1917,1918) F(1919,1920,1921) F(1922,1923,1924) F(1925,1926,1927) F(1928,1929,1930) F(1931,1932,1933) F(1934,1935,1936) F(1937,1938,1939) F(1940,1941,1942) F(1943,1944,1945) F(1946,1947,1948) F(1949,1950,1951) F(1952,1953,1954) F(1955,1956,1957) F(1958,1959,1960) F(1961,1962,1963) F(1964,1965,1966) F(1967,1968,1969) F(1970,1971,1972) F(1973,1974,1975) F(1976,1977,1978) F(1979,1980,1981) F(1982,1983,1984) F(1982,1985,1983) F(1986,1987,1988) F(1989,1990,1991) F(1992,1993,1994) F(1995,1996,1997) F(1998,558,560) F(1999,561,563) F(565,2000,566) F(568,2001,569) F(2002,2003,2004) F(2005,2006,2007) F(2008,2009,2010) F(2011,2012,2013) F(2014,2015,2016) F(2017,2018,2019) F(2020,2021,2022) F(2023,2024,2025) F(2026,2027,2028) F(2029,2030,2031) F(2032,2033,2034) F(2035,2036,2037) F(2038,2039,2040) F(2041,2042,2043) F(2044,2045,2046) F(2047,2048,2049) F(2050,2051,2052) F(2053,2054,2055) F(2056,2057,2058) F(2059,2060,2061) F(2062,2063,2064) F(2065,2066,2067) F(2068,2069,2070) F(2071,2072,2073) F(2074,2075,2076) F(2077,2078,2079) F(2080,2081,2082) F(2083,2084,2085) F(2086,2087,2088) F(2089,2090,2091) F(2092,2093,2094) F(2095,2096,2097) F(2098,2099,2100) F(2101,2102,2103) F(2104,2105,2106) F(2107,2108,2109) F(2110,2111,2112) F(2113,2114,2115) F(2116,2117,2118) F(2119,2120,2121) F(2122,2123,2124) F(2125,2126,2127) F(2128,2129,2130) F(2131,2132,2133) F(2134,2135,2136) F(2137,2138,2139) F(2140,714,716) F(2141,2142,2143) F(2144,2145,2146) F(2147,2148,2149) F(2150,2151,2152) F(2153,2154,2155) F(2156,2157,2158) F(2159,2160,2161) F(2162,2163,2164) F(2165,2166,2167) F(2168,2169,2170) F(2171,2172,2173) F(2174,2175,2176) F(2177,2178,2179) F(2180,2181,2182) F(2183,2184,2185) F(2186,2187,2188) F(2189,2190,2191) F(2192,2193,2194) F(2195,2196,2197) F(2198,2199,2200) F(2201,2202,2203) F(2204,2205,2206) F(2207,2208,2209) F(2210,2211,2212) F(2213,2214,2215) F(2216,2217,2218) F(2219,2220,2221) F(2222,2223,2224) F(2225,2226,2227) F(2228,2229,2230) F(2231,2232,2233) F(2234,2235,2236) F(2237,2238,2239) F(2240,2241,2242) F(2243,2244,2245) F(2246,2247,2248) F(2249,2250,2251) F(2252,2253,2254) F(2255,2256,2257) F(2258,2259,2260) F(2261,2262,2263) F(2264,2265,2266) F(2267,2268,2269) F(2270,2271,2272) F(2273,2274,2275) F(2276,2277,2278) F(2279,2280,2281) F(2282,2283,2284) F(2285,2286,2287) F(2288,2289,2290) F(2291,2292,2293) F(2294,2295,2296) F(2297,2298,2299) F(2300,2301,2302) F(2303,2304,2305) F(2306,2307,2308) F(2309,2310,2311) F(2312,2313,2314) F(2315,2316,2317) F(2318,2319,2320) F(2321,2322,2323) F(2324,2325,2326) F(2327,2328,2329) F(2330,2331,2332) F(2333,2334,2335) F(2336,2337,2338) F(2339,2340,2341) F(2342,2343,2344) F(2345,2346,2347) F(2348,2349,2350) F(2351,2352,2353) F(2354,2355,2356) F(2357,2358,2359) F(2360,2361,2362) F(2363,2364,2365) F(2366,2367,2368) F(2369,2370,2371) F(2372,2373,2374) F(2375,2376,2377) F(2378,2379,2380) F(2381,2382,2383) F(2384,2385,2386) F(2387,2388,2389) F(2390,2391,2392) F(2393,2394,2395) F(2396,2397,2398) F(2399,2400,2401) F(2402,2403,2404) F(2405,2406,2407) F(2408,2409,2410) F(2411,2412,2413) F(2414,2415,2416) F(2417,2418,2419) F(2420,2421,2422) F(2423,2424,2425) F(2426,2427,2428) F(2429,2430,2431) F(2432,2433,2434) F(2435,2436,2437) F(2438,2439,2440) F(2441,2442,2443) F(2444,2445,2446) F(2447,2448,2449) F(2450,2451,2452) F(2453,2454,2455) F(2456,2457,2458) F(2459,2460,2461) F(2462,2463,2464) F(2465,2466,2467) F(2468,2469,2470) F(2471,2472,2473) F(2474,2475,2476) F(2477,2478,2479) F(2480,2481,2482) F(2483,2484,2485) F(2486,2487,2488) F(2489,2490,2491) F(2492,2493,2494) F(2495,2496,2497) F(2498,2499,2500) F(2501,2502,2503) F(2504,2505,2506) F(2507,2508,2509) F(2510,2511,2512) F(2513,2514,2515) F(2516,2517,2518) F(2519,2520,2521) F(2522,2523,2524) F(2525,2526,2527) F(2528,2529,2530) F(2531,2532,2533) F(2534,2535,2536) F(2537,2538,2539) F(2540,2541,2542) F(2543,2544,2545) F(2546,2547,2548) F(2549,2550,2551) F(2552,2553,2554) F(2555,2556,2557) F(2558,2559,2560) F(2561,2562,2563) F(2564,2565,2566) F(2567,2568,2569) F(2570,2571,2572) F(2573,2574,2575) F(2576,2577,2578) F(2579,2580,2581) F(2582,2583,2584) F(2585,2586,2587) F(2588,2589,2590) F(2591,2592,2593) F(2594,2595,2596) F(2597,2598,2599) F(2600,2601,2602) F(2603,2604,2605) F(2606,2607,2608) F(2609,2610,2611) F(2612,2613,2614) F(2615,2616,2617) F(2618,2619,2620) F(2621,2622,2623) F(2624,2625,2626) F(2627,2628,2629) F(2630,2631,2632) F(2633,2634,2635) F(2636,2637,2638) F(2639,2640,2641) F(2642,2643,2644) F(2645,2646,2647) F(2648,2649,2650) F(2651,2652,2653) F(2654,2655,2656) F(2657,2658,2659) F(2660,2661,2662) F(2663,2664,2665) F(2666,2667,2668) F(2669,2670,2671) F(2672,2673,2674) F(2675,2676,2677) F(2678,2679,2680) F(2681,2682,2683) F(2684,2685,2686) F(2687,2688,2689) F(2690,2691,2692) F(2693,2694,2695) F(2696,2697,2698) F(2699,2700,2701) F(2702,2703,2704) F(2705,2706,2707) F(2708,2709,2710) F(2711,2712,2713) F(2714,2715,2716) F(2717,2718,2719) F(2720,2721,2722) F(2723,2724,2725) F(2726,2727,2728) F(2729,2730,2731) F(2732,2733,2734) F(2735,2736,2737) F(2738,2739,2740) F(2741,2742,2743) F(2744,2745,2746) F(2747,2748,2749) F(2750,2751,2752) F(2753,2754,2755) F(2756,2757,2758) F(2759,2760,2761) F(2762,2763,2764) F(2765,2766,2767) F(2768,2769,2770) F(2771,2772,2773) F(2774,2775,2776) F(2777,2778,2779) F(2780,2781,2782) F(2783,2784,2785) F(2786,2787,2788) F(2789,2790,2791) F(2792,2793,2794) F(2795,2796,2797) F(2798,2799,2800) F(2801,2802,2803) F(2804,2805,2806) F(2807,2808,2809) F(2810,2811,2812) F(2813,2814,2815) F(2816,2817,2818) F(2819,2820,2821) F(2822,2823,2824) F(2825,2826,2827) F(2828,2829,2830) F(2831,2832,2833) F(2834,2835,2836) F(2837,2838,2839) F(2840,2841,2842) F(2843,2844,2845) F(2846,2847,2848) F(2849,2850,2851) F(2852,2853,2854) F(2855,2856,2857) F(2858,2859,2860) F(2861,2862,2863) F(2864,2865,2866) F(2867,2868,2869) F(2870,2871,2872) F(2873,2874,2875) F(2876,2877,2878) F(2879,2880,2881) F(2882,2883,2884) }, \
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P(-0.533093,-0.190587,0.218750)N(0.025845,0.329220,0.943899)S(0.799429,0.729379) P(0.251354,0.472325,0.238281)N(-0.438931,-0.154439,0.885149)S(0.931740,0.072592) P(0.190587,0.533093,0.218750)N(-0.438931,-0.154439,0.885149)S(0.891973,0.076482) P(0.168491,0.439180,0.191407)N(-0.438931,-0.154439,0.885149)S(0.901742,0.037471) P(-0.472325,-0.251355,0.238281)N(0.316759,0.367850,0.874271)S(0.765276,0.708449) P(-0.397747,-0.232019,0.203125)N(0.316759,0.367850,0.874271)S(0.774158,0.670049) P(-0.439180,-0.168491,0.191407)N(0.316759,0.367850,0.874271)S(0.804769,0.682231) P(0.193349,0.541379,-0.042969)N(-0.978649,0.205032,-0.014394)S(0.523616,0.888106) P(0.162966,0.394985,-0.062500)N(-0.978649,0.205032,-0.014394)S(0.451982,0.890212) P(0.168491,0.439180,0.191407)N(-0.978649,0.205032,-0.014394)S(0.486252,0.774262) P(-0.541379,-0.193349,-0.042969)N(-0.229856,0.973220,-0.002994)S(0.877473,0.718235) P(-0.533093,-0.190587,0.218750)N(-0.229856,0.973220,-0.002994)S(0.799429,0.729379) P(-0.439180,-0.168491,0.191407)N(-0.229856,0.973220,-0.002994)S(0.804769,0.682231) P(0.193349,0.541379,-0.042969)N(-0.803117,0.595731,0.010385)S(0.523616,0.888106) P(0.190587,0.533093,0.218750)N(-0.803117,0.595731,0.010385)S(0.533303,0.766319) P(0.276213,0.651864,0.027344)N(-0.803117,0.595731,0.010385)S(0.587877,0.867059) P(-0.541379,-0.193349,-0.042969)N(-0.595731,0.803117,0.010385)S(0.157475,0.919317) P(-0.651864,-0.276214,0.027344)N(-0.595731,0.803117,0.010385)S(0.104198,0.879709) P(-0.533093,-0.190587,0.218750)N(-0.595731,0.803117,0.010385)S(0.157475,0.797905) P(0.218209,0.361839,0.164062)N(-0.484964,-0.551679,0.678572)S(0.938051,0.010507) P(0.232019,0.397748,0.203125)N(-0.484964,-0.551679,0.678572)S(0.938051,0.036488) P(0.168491,0.439180,0.191407)N(-0.484964,-0.551679,0.678572)S(0.901742,0.037471) P(-0.361839,-0.218209,0.164062)N(0.573753,0.567960,0.590109)S(0.786628,0.649827) P(-0.428131,-0.118772,0.132812)N(0.573753,0.567960,0.590109)S(0.838554,0.668808) P(-0.439180,-0.168491,0.191407)N(0.573753,0.567960,0.590109)S(0.804769,0.682231) P(0.074577,0.378412,-0.003906)N(-0.323967,0.917914,-0.229084)S(0.156260,0.094969) P(0.118772,0.428131,0.132812)N(-0.323967,0.917914,-0.229084)S(0.215666,0.060543) P(0.162966,0.394985,-0.062500)N(-0.323967,0.917914,-0.229084)S(0.174529,0.122056) P(-0.378412,-0.074577,-0.003906)N(-0.917914,0.323966,-0.229084)S(0.344813,0.430355) P(-0.394985,-0.162966,-0.062500)N(-0.917914,0.323966,-0.229084)S(0.294907,0.419592) P(-0.428131,-0.118772,0.132812)N(-0.917914,0.323966,-0.229084)S(0.374058,0.364277) P(0.229257,0.317646,-0.070312)N(-0.106378,0.009250,-0.994283)S(0.165667,0.977650) P(0.151918,0.267927,-0.062500)N(-0.106378,0.009250,-0.994283)S(0.169274,0.935412) P(0.162966,0.394985,-0.062500)N(-0.106378,0.009250,-0.994283)S(0.200776,0.965006) P(-0.317646,-0.229258,-0.070312)N(-0.009250,0.106378,-0.994283)S(0.040533,0.980717) P(-0.394985,-0.162966,-0.062500)N(-0.009250,0.106378,-0.994283)S(0.032136,0.933006) P(-0.267927,-0.151918,-0.062500)N(-0.009250,0.106378,-0.994283)S(0.072206,0.971232) P(0.243068,-0.331456,-0.050781)N(0.439130,-0.873225,0.211290)S(0.753400,0.037012) P(0.190588,-0.334218,0.046875)N(0.439130,-0.873225,0.211290)S(0.702678,0.038313) P(0.116009,-0.381174,0.007812)N(0.439130,-0.873225,0.211290)S(0.709325,0.004137) } \
) \
 \
SHAPE(plane, \
    { F(0,1,2) F(0,2,3) F(4,5,6) F(4,6,7) F(8,9,10) F(8,10,11) F(12,13,14) F(12,14,15) F(16,17,18) F(16,18,19) F(20,21,22) F(20,22,23) }, \
    { P(-1.0,-0.01,-1.0)N(-0.0,-0.0,-1.0)S(-0.0,0.99) P(-1.0,0.01,-1.0)N(-0.0,-0.0,-1.0)S(-0.0,1.01) P(1.0,0.01,-1.0)N(-0.0,-0.0,-1.0)S(2.0,1.01) P(1.0,-0.01,-1.0)N(-0.0,0.0,-1.0)S(2.0,0.99) P(1.0,-0.01,-1.0)N(0.0,-1.0,0.0)S(-0.0,0.0) P(1.0,-0.01,1.0)N(0.0,-1.0,0.0)S(-0.0,2.0) P(-1.0,-0.01,1.0)N(0.0,-1.0,0.0)S(-0.0,2.0) P(-1.0,-0.01,-1.0)N(0.0,-1.0,0.0)S(-0.0,0.0) P(1.0,-0.01,1.0)N(-0.0,0.0,1.0)S(-0.0,0.99) P(1.0,0.01,1.0)N(-0.0,0.0,1.0)S(-0.0,1.01) P(-1.0,0.01,1.0)N(-0.0,0.0,1.0)S(-0.0,1.01) P(-1.0,-0.01,1.0)N(-0.0,0.0,1.0)S(-0.0,0.99) P(-1.0,0.01,-1.0)N(0.0,1.0,0.0)S(-0.0,0.0) P(-1.0,0.01,1.0)N(0.0,1.0,0.0)S(-0.0,2.0) P(1.0,0.01,1.0)N(0.0,1.0,0.0)S(2.0,2.0) P(1.0,0.01,-1.0)N(0.0,1.0,-0.0)S(2.0,0.0) P(-1.0,0.01,-1.0)N(-1.0,0.0,0.0)S(1.01,0.0) P(-1.0,-0.01,-1.0)N(-1.0,0.0,0.0)S(0.99,0.0) P(-1.0,-0.01,1.0)N(-1.0,0.0,0.0)S(0.99,2.0) P(-1.0,0.01,1.0)N(-1.0,-0.0,-0.0)S(1.01,2.0) P(1.0,0.01,1.0)N(1.0,0.0,0.0)S(1.01,0.0) P(1.0,-0.01,1.0)N(1.0,0.0,0.0)S(0.99,0.0) P(1.0,-0.01,-1.0)N(1.0,0.0,0.0)S(0.99,0.0) P(1.0,0.01,-1.0)N(1.0,0.0,-0.0)S(1.01,0.0) } \
) \
 \
SHAPE(plane2, \
    { Q(0,1,2,3) }, \
    { P(100.0,0.0,100.0)N(0.0,1.0,0.0)S(0,0) P(-100.0,0.0,100.0)N(0.0,1.0,0.0)S(0,0) P(-100.0,0.0,-100.0)N(0.0,1.0,0.0)S(0,0) P(100.0,0.0,-100.0)N(0.0,1.0,0.0)S(0,0) } \
) \
 \
SHAPE(cylinder, \
    { F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,19,20) F(21,22,23) F(24,25,26) F(27,28,29) F(30,31,32) F(33,34,35) F(36,37,38) F(39,40,41) F(42,43,44) F(45,46,47) F(48,49,50) F(51,52,53) F(54,0,2) F(55,3,5) F(56,6,8) F(57,9,11) F(58,12,14) F(59,15,17) F(60,18,20) F(61,62,63) F(64,24,26) F(65,27,29) F(66,30,32) F(67,33,35) F(68,36,38) F(69,39,41) F(70,71,72) F(73,74,75) F(76,77,73) F(44,78,79) F(80,81,44) F(82,83,84) F(85,86,87) F(88,89,90) F(91,92,88) F(44,79,93) F(43,80,44) F(88,90,43) F(44,93,42) F(94,45,47) F(95,48,50) F(96,97,51) F(98,99,96) F(100,101,98) F(102,103,104) F(105,106,107) F(52,108,109) F(110,111,52) F(112,113,114) F(98,96,51) F(115,100,98) F(52,109,53) F(51,110,52) F(115,98,51) }, \
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) \
 \
SHAPE(teapot, \
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P(0.024233,0.035500,0.238765)N(0.551775,0.551836,0.625263)S(0.25,1.0) P(0.069717,0.080984,0.216499)N(0.166631,0.166601,0.971831)S(0.25,0.75) P(0.135170,0.146437,0.201265)N(0.121891,0.121891,0.985015)S(0.25,0.50) P(0.193967,0.205234,0.186030)N(0.267647,0.267647,0.925565)S(0.25,0.25) P(0.219482,0.230750,0.163765)N(0.371288,0.371288,0.851009)S(0.25,0.0) P(0.034858,0.019625,0.238765)N(0.721061,0.297983,0.625507)S(0.125000,1.0) P(0.093955,0.044769,0.216499)N(0.217963,0.090213,0.971770)S(0.125000,0.75) P(0.178998,0.080953,0.201265)N(0.159581,0.065950,0.984954)S(0.125000,0.50) P(0.255393,0.113457,0.186030)N(0.350475,0.144719,0.925291)S(0.125000,0.25) P(0.288545,0.127562,0.163765)N(0.485580,0.201453,0.850642)S(0.125000,0.0) P(0.038733,-0.0,0.238765)N(0.780694,-0.000061,0.624866)S(0.0,1.0) P(0.102795,-0.0,0.216499)N(0.236579,0.0,0.971587)S(0.0,0.75) P(0.194983,-0.0,0.201265)N(0.173070,0.0,0.984893)S(0.0,0.50) P(0.277795,-0.0,0.186030)N(0.379681,0.0,0.925108)S(0.0,0.25) P(0.313733,-0.0,0.163765)N(0.526627,0.0,0.850063)S(0.0,0.0) } \
) \
 \
SHAPE(torus, \
    { F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,19,20) F(21,22,23) F(24,25,26) F(27,28,29) F(30,31,32) F(33,34,35) F(36,37,38) F(39,40,41) F(42,43,44) F(45,46,47) F(48,49,50) F(51,52,53) F(54,55,56) F(57,58,59) F(60,61,62) F(63,64,65) F(66,67,68) F(69,70,71) F(72,73,74) F(75,76,77) F(78,79,80) F(81,82,83) F(84,85,86) F(87,88,89) F(90,91,92) F(93,94,95) F(96,97,98) F(99,100,101) F(102,103,104) F(105,106,107) F(108,109,110) F(111,112,113) F(114,115,116) F(117,118,119) F(120,121,122) F(123,124,125) F(126,127,128) F(129,130,131) F(132,133,134) F(135,136,137) F(138,139,140) F(141,142,143) F(144,145,146) F(147,148,149) F(150,151,152) F(153,154,155) F(156,157,158) F(159,160,161) F(162,163,164) F(165,166,167) F(168,169,170) F(171,172,173) F(174,175,176) F(177,178,179) F(180,181,182) F(183,184,185) F(186,187,188) F(189,190,191) F(192,193,194) F(195,196,197) F(198,199,200) F(201,202,203) F(204,205,206) F(207,208,209) F(210,211,212) F(213,214,215) F(216,217,218) 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F(417,418,419) F(420,421,422) F(423,424,425) F(426,427,428) F(429,430,431) F(432,433,434) F(435,436,437) F(438,439,440) F(441,442,443) F(444,445,446) F(447,448,449) F(450,451,452) F(453,454,455) F(456,457,458) F(459,460,461) F(462,463,464) F(465,466,467) F(468,469,470) F(471,472,473) F(474,475,476) F(477,478,479) F(480,481,482) F(483,484,485) F(486,487,488) F(489,490,491) F(492,493,494) F(495,496,497) F(498,499,500) F(501,502,503) F(504,505,506) F(507,508,509) F(510,511,512) F(513,514,515) F(516,517,518) F(519,520,521) F(522,523,524) F(525,526,527) F(528,529,530) F(531,532,533) F(534,535,536) F(537,538,539) F(540,541,542) F(543,544,545) F(546,547,548) F(549,550,551) F(552,553,554) F(555,556,557) F(558,559,560) F(561,562,563) F(564,565,566) F(567,568,569) F(570,571,572) F(573,574,575) F(576,577,578) F(579,580,581) F(582,583,584) F(585,586,587) F(588,589,590) F(591,592,593) F(594,595,596) F(597,598,599) F(600,601,602) F(603,604,605) F(606,607,608) F(609,610,611) F(612,613,614) F(615,616,617) F(618,619,620) F(621,622,623) F(624,625,626) F(627,628,629) F(630,631,632) F(633,634,635) F(636,637,638) F(639,640,641) F(642,643,644) F(645,646,647) F(648,649,650) F(651,652,653) F(654,655,656) F(657,658,659) F(660,661,662) F(663,664,665) F(666,667,668) F(669,670,671) F(672,673,674) F(675,676,677) F(678,679,680) F(681,682,683) F(684,685,686) F(687,688,689) F(690,691,692) F(693,694,695) F(696,697,698) F(699,700,701) F(702,703,704) F(705,706,707) F(708,709,710) F(711,712,713) F(714,715,716) F(717,718,719) F(720,721,722) F(723,724,725) F(726,727,728) F(729,730,731) F(732,733,734) F(735,736,737) F(738,739,740) F(741,742,743) F(744,745,746) F(747,748,749) F(750,751,752) F(753,754,755) F(756,757,758) F(759,760,761) F(762,763,764) F(765,766,767) F(768,769,770) F(771,772,773) F(774,775,776) F(777,778,779) F(780,781,782) F(783,784,785) F(786,787,788) F(789,790,791) F(792,793,794) F(795,796,797) F(798,799,800) F(801,802,803) F(804,805,806) F(807,808,809) F(810,811,812) F(813,814,815) F(816,817,818) F(819,820,821) F(822,823,824) F(825,826,827) F(828,829,830) F(831,832,833) F(834,835,836) F(837,838,839) F(840,841,842) F(843,844,845) F(846,847,848) F(849,850,851) F(852,853,854) F(855,856,857) F(858,859,860) F(861,862,863) F(864,865,866) F(867,868,869) F(870,871,872) F(873,874,875) F(876,877,878) F(879,880,881) F(882,883,884) F(885,886,887) F(888,889,890) F(891,892,893) F(894,895,896) F(897,898,899) F(900,901,902) F(903,904,905) F(906,907,908) F(909,910,911) F(912,913,914) F(915,916,917) F(918,919,920) F(921,922,923) F(924,925,926) F(927,928,929) F(930,931,932) F(933,934,935) F(936,937,938) F(939,940,941) F(942,943,944) F(945,946,947) F(948,949,950) F(951,952,953) F(954,955,956) F(957,958,959) F(960,961,962) F(963,964,965) F(966,967,968) F(969,970,971) F(972,973,974) F(975,976,977) F(978,979,980) F(981,982,983) F(984,985,986) F(987,988,989) F(990,991,992) F(993,994,995) F(996,997,998) F(999,1000,1001) F(1002,1003,1004) F(1005,1006,1007) F(1008,1009,1010) F(1011,1012,1013) F(1014,1015,1016) F(1017,1018,1019) F(1020,1021,1022) F(1023,1024,1025) F(1026,1027,1028) F(1029,1030,1031) F(1032,1033,1034) F(1035,1036,1037) F(1038,1039,1040) F(1041,1042,1043) F(1044,1045,1046) F(1047,1048,1049) F(1050,1051,1052) F(1053,1054,1055) F(1056,1057,1058) F(1059,1060,1061) F(1062,1063,1064) F(1065,1066,1067) F(1068,1069,1070) F(1071,1072,1073) F(1074,1075,1076) F(1077,1078,1079) F(1080,1081,1082) F(1083,1084,1085) F(1086,1087,1088) F(1089,1090,1091) F(1092,1093,1094) F(1095,1096,1097) F(1098,1099,1100) F(1101,1102,1103) F(1104,1105,1106) F(1107,1108,1109) F(1110,1111,1112) F(1113,1114,1115) F(1116,1117,1118) F(1119,1120,1121) F(1122,1123,1124) F(1125,1126,1127) F(1128,1129,1130) F(1131,1132,1133) F(1134,1135,1136) F(1137,1138,1139) F(1140,1141,1142) F(1143,1144,1145) F(1146,1147,1148) F(1149,1150,1151) F(1152,1153,1154) F(1155,1156,1157) F(1158,1159,1160) F(1161,1162,1163) F(1164,1165,1166) F(1167,1168,1169) F(1170,1171,1172) F(1173,1174,1175) F(1176,1177,1178) F(1179,1180,1181) F(1182,1183,1184) F(1185,1186,1187) F(1188,1189,1190) F(1191,1192,1193) F(1194,1195,1196) F(1197,1198,1199) F(1200,1201,1202) F(1203,1204,1205) F(1206,1207,1208) F(1209,1210,1211) F(1212,1213,1214) F(1215,1216,1217) F(1218,1219,1220) F(1221,1222,1223) F(1224,1225,1226) F(1227,1228,1229) F(1230,1231,1232) F(1233,1234,1235) F(1236,1237,1238) F(1239,1240,1241) F(1242,1243,1244) F(1245,1246,1247) F(1248,1249,1250) F(1251,1252,1253) F(1254,1255,1256) F(1257,1258,1259) F(1260,1261,1262) F(1263,1264,1265) F(1266,1267,1268) F(1269,1270,1271) F(1272,1273,1274) F(1275,1276,1277) F(1278,1279,1280) F(1281,1282,1283) F(1284,1285,1286) F(1287,1288,1289) F(1290,1291,1292) F(1293,1294,1295) F(1296,1297,1298) F(1299,1300,1301) F(1302,1303,1304) F(1305,1306,1307) F(1308,1309,1310) F(1311,1312,1313) F(1314,1315,1316) F(1317,1318,1319) F(1320,1321,1322) F(1323,1324,1325) F(1326,1327,1328) F(1329,1330,1331) F(1332,1333,1334) F(1335,1336,1337) F(1338,1339,1340) F(1341,1342,1343) F(1344,1345,1346) F(1347,1348,1349) F(1350,1351,1352) F(1353,1354,1355) F(1356,1357,1358) F(1359,1360,1361) F(1362,1363,1364) F(1365,1366,1367) F(1368,1369,1370) F(1371,1372,1373) F(1374,1375,1376) F(1377,1378,1379) F(1380,1381,1382) F(1383,1384,1385) F(1386,1387,1388) F(1389,1390,1391) F(1392,1393,1394) F(1395,1396,1397) F(1398,1399,1400) F(1401,1402,1403) F(1404,1405,1406) F(1407,1408,1409) F(1410,1411,1412) F(1413,1414,1415) F(1416,1417,1418) F(1419,1420,1421) F(1422,1423,1424) F(1425,1426,1427) F(1428,1429,1430) F(1431,1432,1433) F(1434,1435,1436) F(1437,1438,1439) F(1440,1441,1442) F(1443,1444,1445) F(1446,1447,1448) F(1449,1450,1451) F(1452,1453,1454) F(1455,1456,1457) F(1458,1459,1460) F(1461,1462,1463) F(1464,1465,1466) F(1467,1468,1469) F(1470,1471,1472) F(1473,1474,1475) F(1476,1477,1478) F(1479,1480,1481) F(1482,1483,1484) F(1485,1486,1487) F(1488,1489,1490) F(1491,1492,1493) F(1494,1495,1496) F(1497,1498,1499) F(1500,1501,1502) F(1503,1504,1505) F(1506,1507,1508) F(1509,1510,1511) F(1512,1513,1514) F(1515,1516,1517) F(1518,1519,1520) F(1521,1522,1523) F(1524,1525,1526) F(1527,1528,1529) F(1530,1531,1532) F(1533,1534,1535) F(1536,1537,1538) F(1539,1540,1541) F(1542,1543,1544) F(1545,1546,1547) F(1548,1549,1550) F(1551,1552,1553) F(1554,1555,1556) F(1557,1558,1559) F(1560,1561,1562) F(1563,1564,1565) F(1566,1567,1568) F(1569,1570,1571) F(1572,1573,1574) F(1575,1576,1577) F(1578,1579,1580) F(1581,1582,1583) F(1584,1585,1586) F(1587,1588,1589) F(1590,1591,1592) F(1593,1594,1595) F(1596,1597,1598) F(1599,1600,1601) F(1602,1603,1604) F(1605,1606,1607) F(1608,1609,1610) F(1611,1612,1613) F(1614,1615,1616) F(1617,1618,1619) F(1620,1621,1622) F(1623,1624,1625) F(1626,1627,1628) F(1629,1630,1631) F(1632,1633,1634) F(1635,1636,1637) F(1638,1639,1640) F(1641,1642,1643) F(1644,1645,1646) F(1647,1648,1649) F(1650,1651,1652) F(1653,1654,1655) F(1656,1657,1658) F(1659,1660,1661) F(1662,1663,1664) F(1665,1666,1667) F(1668,1669,1670) F(1671,1672,1673) F(1674,1675,1676) F(1677,1678,1679) F(1680,1681,1682) F(1683,1684,1685) F(1686,1687,1688) F(1689,1690,1691) F(1692,1693,1694) F(1695,1696,1697) F(1698,1699,1700) F(1701,1702,1703) F(1704,1705,1706) F(1707,1708,1709) F(1710,1711,1712) F(1713,1714,1715) F(1716,1717,1718) F(1719,1720,1721) F(1722,1723,1724) F(1725,1726,1727) F(85,1728,86) F(1729,1730,1731) F(1732,6,8) F(1733,1734,1735) F(1736,12,14) F(1737,1738,1739) F(1740,1741,1742) F(1743,1744,1745) F(64,1746,65) F(1111,1747,1112) F(1748,1749,1750) F(1751,1752,1753) F(1754,1755,1756) F(1757,1758,1759) F(1760,42,44) F(1761,45,47) F(1762,1763,1764) F(1765,1766,1767) F(1768,1769,1770) F(1771,1772,1773) F(1774,1775,1776) F(1777,1778,1779) F(1780,1781,1782) F(1783,1784,1785) F(1786,1787,1788) F(1789,1790,1791) F(1519,1792,1520) F(1793,81,83) F(1794,1795,1796) F(1797,1798,1799) F(1800,1801,1802) F(1803,93,95) F(1804,1805,1806) F(1807,99,101) F(1808,1809,1810) F(1811,105,107) F(1812,1813,1814) F(1815,1816,1817) F(79,1818,80) F(1663,1819,1664) F(1820,1821,1822) F(1823,123,125) F(1824,126,128) F(1825,129,131) F(1826,132,134) F(1827,135,137) F(1339,1828,1340) F(1829,1830,1831) F(1832,1833,1834) F(1835,1836,1837) F(1838,150,152) F(1839,153,155) F(1840,1841,1842) F(1843,159,161) F(1844,162,164) F(370,1845,371) F(169,1846,170) F(1847,171,173) F(1105,1848,1106) F(1849,1850,1851) F(1012,1852,1013) F(1853,1854,1855) F(1159,1856,1160) F(190,1857,191) F(193,1858,194) F(1859,1860,1861) F(1862,198,200) F(1863,201,203) F(1864,204,206) F(1865,207,209) F(1866,210,212) F(1867,1868,1869) F(1870,1871,1872) F(1873,219,221) F(1874,222,224) F(1875,225,227) F(1876,228,230) F(1877,231,233) F(1878,1879,1880) F(1881,237,239) F(1882,240,242) F(1883,243,245) F(1884,246,248) F(1885,1886,1887) F(1888,252,254) F(1889,255,257) F(1890,1891,1892) F(1893,1894,1895) F(1896,1897,1898) F(1899,1900,1901) F(1902,1903,1904) F(1905,1906,1907) F(1908,276,278) F(1471,1909,1472) F(1910,282,284) F(1911,1912,1913) F(1914,1915,1916) F(1917,1918,1919) F(1920,1921,1922) F(1923,297,299) F(1924,1925,1926) F(1927,1928,1929) F(1930,1931,1932) F(1933,1934,1935) F(1936,312,314) F(1937,315,317) F(1938,1939,1940) F(1941,1942,1943) F(1944,1945,1946) F(1947,1948,1949) F(1950,1951,1952) F(1953,333,335) F(1954,336,338) F(1955,1956,1957) F(1958,1959,1960) F(1057,1961,1058) F(1962,1963,1964) F(1965,1966,1967) F(1968,1969,1970) F(1971,1972,1973) F(1974,1975,1976) F(1977,1978,1979) F(1980,366,368) F(1600,1981,1601) F(1982,372,374) F(1983,1984,1985) F(1986,378,380) F(1162,1987,1163) F(1988,384,386) F(388,1989,389) F(1333,1990,1334) F(1991,1992,1993) F(1994,1995,1996) F(1997,1998,1999) F(1054,2000,1055) F(2001,405,407) F(2002,2003,2004) F(2005,2006,2007) F(2008,2009,2010) F(2011,2012,2013) F(2014,2015,2016) F(2017,2018,2019) F(2020,2021,2022) F(2023,2024,2025) F(2026,2027,2028) F(2029,2030,2031) F(1096,2032,1097) F(2033,2034,2035) F(28,2036,29) F(97,2037,98) F(2038,450,452) F(2039,453,455) F(2040,2041,2042) F(2043,2044,2045) F(2046,2047,2048) F(2049,2050,2051) F(2052,2053,2054) F(2055,2056,2057) F(2058,474,476) F(2059,477,479) F(2060,480,482) F(1198,2061,1199) F(2062,486,488) F(2063,2064,2065) F(184,2066,185) F(1486,2067,1487) F(2068,2069,2070) F(2071,2072,2073) F(2074,2075,2076) F(2077,2078,2079) F(2080,510,512) F(514,2081,515) F(2082,516,518) F(2083,2084,2085) F(2086,2087,2088) F(2089,525,527) F(2090,528,530) F(2091,531,533) F(2092,2093,2094) F(2095,2096,2097) F(2098,540,542) F(2099,2100,2101) F(2102,546,548) F(2103,549,551) F(2104,552,554) F(2105,2106,2107) F(2108,2109,2110) F(2111,561,563) F(2112,564,566) F(2113,567,569) F(571,2114,572) F(2115,573,575) F(2116,2117,2118) F(2119,2120,2121) F(2122,582,584) F(2123,585,587) F(2124,588,590) F(2125,591,593) F(121,2126,122) F(2127,597,599) F(2128,2129,2130) F(2131,603,605) F(196,2132,197) F(2133,2134,2135) F(613,2136,614) F(2137,615,617) F(2138,618,620) F(286,2139,287) F(625,2140,626) F(2141,627,629) F(2142,630,632) F(2143,633,635) F(2144,636,638) F(2145,639,641) F(2146,642,644) F(2147,645,647) F(2148,2149,2150) F(2151,651,653) F(2152,654,656) F(2153,657,659) F(2154,660,662) F(2155,2156,2157) F(2158,2159,2160) F(2161,669,671) F(2162,672,674) F(2163,2164,2165) F(679,2166,680) F(2167,681,683) F(2168,2169,2170) F(2171,2172,2173) F(2174,2175,2176) F(2177,2178,2179) F(2180,2181,2182) F(2183,2184,2185) F(1564,2186,1565) F(2187,2188,2189) F(2190,708,710) F(2191,2192,2193) F(2194,2195,2196) F(2197,717,719) F(2198,2199,2200) F(2201,2202,2203) F(2204,2205,2206) F(730,2207,731) F(733,2208,734) F(1666,2209,1667) F(2210,738,740) F(2211,741,743) F(2212,744,746) F(2213,2214,2215) F(2216,2217,2218) F(2219,2220,2221) F(1570,2222,1571) F(2223,2224,2225) F(2226,2227,2228) F(2229,765,767) F(2230,768,770) F(2231,2232,2233) F(2234,2235,2236) F(778,2237,779) F(781,2238,782) F(2239,2240,2241) F(2242,2243,2244) F(2245,2246,2247) F(2248,2249,2250) F(2251,2252,2253) F(2254,798,800) F(2255,2256,2257) F(2258,2259,2260) F(2261,2262,2263) F(2264,2265,2266) F(2267,2268,2269) 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F(2395,2396,2397) F(2398,2399,2400) F(994,2401,995) F(2402,2403,2404) F(2405,2406,2407) F(2408,2409,2410) F(1006,2411,1007) F(2412,1008,1010) F(349,2413,350) F(2414,1014,1016) F(2415,1017,1019) F(1021,2416,1022) F(2417,1023,1025) F(2418,1026,1028) F(2419,1029,1031) F(2420,1032,1034) F(175,2421,176) F(2422,1038,1040) F(2423,1041,1043) F(1306,2424,1307) F(1048,2425,1049) F(685,2426,686) F(61,2427,62) F(445,2428,446) F(2429,2430,2431) F(2432,2433,2434) F(2435,1065,1067) F(2436,1068,1070) F(2437,1071,1073) F(2438,1074,1076) F(2439,2440,2441) F(2442,2443,2444) F(2445,2446,2447) F(2448,1086,1088) F(2449,1089,1091) F(2450,1092,1094) F(448,2451,449) F(2452,1098,1100) F(2453,2454,2455) F(382,2456,383) F(1108,2457,1109) F(2458,2459,2460) F(1150,2461,1151) F(2462,2463,2464) F(2465,2466,2467) F(187,2468,188) F(1126,2469,1127) F(2470,1128,1130) F(1123,2471,1124) F(2472,2473,2474) F(2475,1137,1139) F(2476,1140,1142) F(2477,1143,1145) F(2478,2479,2480) F(1276,2481,1277) F(2482,1152,1154) F(2483,2484,2485) F(493,2486,494) F(2487,2488,2489) F(2490,2491,2492) F(2493,2494,2495) F(2496,1173,1175) F(2497,1176,1178) F(2498,1179,1181) F(2499,2500,2501) F(2502,1185,1187) F(2503,2504,2505) F(2506,2507,2508) F(2509,1194,1196) F(2510,2511,2512) F(2513,1200,1202) F(2514,2515,2516) F(2517,2518,2519) F(2520,2521,2522) F(2523,1212,1214) F(2524,1215,1217) F(2525,1218,1220) F(2526,2527,2528) F(2529,1224,1226) F(2530,2531,2532) F(1231,2533,1232) F(1234,2534,1235) F(2535,2536,2537) F(262,2538,263) F(2539,2540,2541) F(2542,2543,2544) F(2545,1248,1250) F(2546,1251,1253) F(2547,2548,2549) F(2550,1257,1259) F(2551,2552,2553) F(2554,2555,2556) F(2557,1266,1268) F(2558,1269,1271) F(2559,2560,2561) F(820,2562,821) F(2563,1278,1280) F(2564,2565,2566) F(1285,2567,1286) F(1288,2568,1289) F(2569,2570,2571) F(2572,2573,2574) F(2575,2576,2577) F(496,2578,497) F(2579,2580,2581) F(2582,2583,2584) F(2585,2586,2587) F(1372,2588,1373) F(2589,2590,2591) F(2592,2593,2594) F(2595,1320,1322) F(2596,2597,2598) F(2599,2600,2601) F(2602,2603,2604) F(676,2605,677) F(2606,2607,2608) F(595,2609,596) F(2610,1341,1343) F(2611,2612,2613) F(2614,2615,2616) F(2617,2618,2619) F(2620,1353,1355) F(2621,1356,1358) F(2622,1359,1361) F(2623,2624,2625) F(2626,2627,2628) F(802,2629,803) F(601,2630,602) F(1375,2631,1376) F(280,2632,281) F(2633,2634,2635) F(2636,2637,2638) F(2639,2640,2641) F(2642,2643,2644) F(2645,1392,1394) F(2646,1395,1397) F(2647,1398,1400) F(2648,2649,2650) F(2651,2652,2653) F(2654,2655,2656) F(2657,1410,1412) F(2658,1413,1415) F(2659,2660,2661) F(2662,2663,2664) F(2665,2666,2667) F(2668,1425,1427) F(2669,1428,1430) F(2670,2671,2672) F(2673,2674,2675) F(622,2676,623) F(115,2677,116) F(2678,2679,2680) F(2681,1446,1448) F(2682,1449,1451) F(2683,1452,1454) F(2684,1455,1457) F(2685,1458,1460) F(1462,2686,1463) F(1465,2687,1466) F(1468,2688,1469) F(1612,2689,1613) F(2690,2691,2692) F(2693,2694,2695) F(694,2696,695) F(421,2697,422) F(1378,2698,1379) F(2699,1488,1490) F(2700,2701,2702) 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) \
 \
SHAPE(cone, \
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) \
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SHAPE(sphere, \
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F(1619,153,155) F(1620,1621,1622) F(727,1623,728) F(1624,162,164) F(1625,1626,1627) F(1628,1629,1630) F(1111,1631,1112) F(1632,174,176) F(1633,1634,1635) F(709,1636,710) F(1039,1637,1040) F(1638,186,188) F(1639,189,191) F(1640,1641,1642) F(916,1643,917) F(1051,1644,1052) F(1645,1646,1647) F(1648,1649,1650) F(895,1651,896) F(211,1652,212) F(1653,213,215) F(1654,216,218) F(532,1655,533) F(1656,222,224) F(991,1657,992) F(1060,1658,1061) F(1659,231,233) F(1660,234,236) F(238,1661,239) F(1662,240,242) F(1663,243,245) F(1664,246,248) F(1665,1666,1667) F(1668,252,254) F(256,1669,257) F(1670,258,260) F(865,1671,866) F(1672,264,266) F(1673,267,269) F(271,1674,272) F(1675,273,275) F(1676,276,278) F(985,1677,986) F(1678,282,284) F(1679,285,287) F(1680,1681,1682) F(1683,291,293) F(1684,294,296) F(1685,1686,1687) F(1688,300,302) F(1689,303,305) F(862,1690,863) F(310,1691,311) F(697,1692,698) F(1693,315,317) F(1694,1695,1696) F(1219,1697,1220) F(1698,1699,1700) F(1701,1702,1703) F(1704,1705,1706) F(1707,1708,1709) F(337,1710,338) F(1711,339,341) F(1712,342,344) F(1713,345,347) F(1714,348,350) F(1180,1715,1181) F(1716,354,356) F(1717,357,359) F(1045,1718,1046) F(1719,1720,1721) F(1722,369,371) F(1723,372,374) F(1724,1725,1726) F(1727,378,380) F(382,1728,383) F(1729,1730,1731) F(1732,387,389) F(1733,390,392) F(1153,1734,1154) F(397,1735,398) F(394,1736,395) F(1737,402,404) F(1738,405,407) F(1739,1740,1741) F(1742,411,413) F(1743,414,416) F(1744,417,419) F(1745,1746,1747) F(1748,1749,1750) F(1751,426,428) F(1752,429,431) F(1753,432,434) F(820,1754,821) F(1755,1756,1757) F(196,1758,197) F(1759,1760,1761) F(1762,447,449) F(1763,450,452) F(454,1764,455) F(1765,456,458) F(1766,459,461) F(1767,462,464) F(1768,465,467) F(469,1769,470) F(1770,1771,1772) F(1773,474,476) F(970,1774,971) F(1775,480,482) F(1776,1777,1778) F(1779,486,488) F(1780,489,491) F(1781,492,494) F(1782,1783,1784) F(715,1785,716) F(1786,501,503) F(1787,504,506) F(1788,1789,1790) F(1791,1792,1793) F(757,1794,758) F(1795,516,518) F(1796,519,521) F(1797,1798,1799) F(1800,1801,1802) F(1803,1804,1805) F(994,1806,995) F(1807,534,536) F(1808,1809,1810) F(1811,540,542) F(931,1812,932) F(1813,546,548) F(1814,549,551) F(1815,552,554) F(1816,555,557) F(1817,558,560) F(511,1818,512) F(1819,564,566) F(544,1820,545) F(31,1821,32) F(1822,573,575) F(1823,576,578) F(988,1824,989) F(1825,1826,1827) F(1054,1828,1055) F(1829,588,590) F(1830,591,593) F(1831,594,596) F(1171,1832,1172) F(1093,1833,1094) F(1834,603,605) F(1162,1835,1163) F(1836,1837,1838) F(1839,1840,1841) F(1842,615,617) F(1843,618,620) F(1844,621,623) F(1845,624,626) F(1027,1846,1028) F(1847,1848,1849) F(1850,633,635) F(262,1851,263) F(1264,1852,1265) F(1853,642,644) F(1854,645,647) F(1294,1855,1295) F(1856,1857,1858) F(1859,1860,1861) F(844,1862,845) F(1863,660,662) F(1864,663,665) F(1865,666,668) F(1866,1867,1868) F(1869,672,674) F(1870,675,677) F(1871,678,680) F(1872,1873,1874) F(1875,684,686) F(1228,1876,1229) F(1877,690,692) F(334,1878,335) F(499,1879,500) F(769,1880,770) F(1881,702,704) F(1882,705,707) F(826,1883,827) F(361,1884,362) F(700,1885,701) F(1886,1887,1888) F(1889,1890,1891) F(79,1892,80) F(1893,1894,1895) F(1896,729,731) F(1897,1898,1899) F(400,1900,401) F(1901,738,740) F(1902,741,743) F(1903,744,746) F(1904,1905,1906) F(1907,1908,1909) F(1910,1911,1912) F(1036,1913,1037) F(1914,759,761) F(1915,1916,1917) F(439,1918,440) F(58,1919,59) F(1920,771,773) F(1921,774,776) F(1922,777,779) F(781,1923,782) F(1924,783,785) F(1925,786,788) F(1926,1927,1928) F(442,1929,443) F(1930,795,797) F(1931,798,800) F(1932,801,803) F(1933,1934,1935) F(1936,807,809) F(1937,810,812) F(1938,1939,1940) F(1941,816,818) F(376,1942,377) F(766,1943,767) F(307,1944,308) F(1945,828,830) F(1946,831,833) F(1947,834,836) F(838,1948,839) F(1949,1950,1951) F(964,1952,965) F(1953,846,848) F(1954,1955,1956) F(1957,1958,1959) F(1960,1961,1962) F(1963,1964,1965) F(688,1966,689) F(658,1967,659) F(1968,867,869) F(1969,870,872) F(1970,873,875) F(1971,876,878) F(1972,1973,1974) F(1975,882,884) F(1976,885,887) F(1977,888,890) F(1978,891,893) F(880,1979,881) F(472,1980,473) F(1981,900,902) F(1982,903,905) F(1983,906,908) F(1984,909,911) F(898,1985,899) F(109,1986,110) F(1987,1988,1989) F(1990,921,923) F(280,1991,281) F(1992,1993,1994) F(70,1995,71) F(1996,933,935) F(1997,936,938) F(1998,1999,2000) F(2001,2002,2003) F(2004,945,947) F(2005,948,950) F(202,2006,203) F(2007,954,956) F(2008,957,959) F(2009,960,962) F(2010,2011,2012) F(2013,2014,2015) F(919,2016,920) F(1084,2017,1085) F(2018,975,977) F(2019,978,980) F(568,2020,569) F(220,2021,221) F(1021,2022,1022) F(1222,2023,1223) F(226,2024,227) F(2025,996,998) F(2026,999,1001) F(2027,2028,2029) F(2030,1005,1007) F(2031,1008,1010) F(2032,1011,1013) F(2033,1014,1016) F(2034,1017,1019) F(2035,2036,2037) F(484,2038,485) F(136,2039,137) F(2040,1029,1031) F(2041,1032,1034) F(793,2042,794) F(694,2043,695) F(2044,1041,1043) F(2045,2046,2047) F(2048,1047,1049) F(1024,2049,1025) F(562,2050,563) F(2051,1056,1058) F(2052,2053,2054) F(2055,1062,1064) F(2056,1065,1067) F(2057,1068,1070) F(2058,1071,1073) F(2059,2060,2061) F(571,2062,572) F(2063,1080,1082) F(367,2064,368) F(2065,1086,1088) F(2066,2067,2068) F(652,2069,653) F(2070,1095,1097) F(2071,1098,1100) F(2072,1101,1103) F(2073,1104,1106) F(2074,1107,1109) F(2075,2076,2077) F(1147,2078,1148) F(823,2079,824) F(2080,2081,2082) F(2083,2084,2085) F(2086,1125,1127) F(2087,1128,1130) F(2088,1131,1133) F(2089,1134,1136) F(2090,1137,1139) F(2091,1140,1142) F(2092,1143,1145) F(607,2093,608) F(2094,1149,1151) F(133,2095,134) F(2096,1155,1157) F(1204,2097,1205) F(352,2098,353) F(2099,2100,2101) F(2102,1167,1169) F(2103,2104,2105) F(2106,2107,2108) F(2109,1176,1178) F(1078,2110,1079) F(1114,2111,1115) F(2112,1185,1187) F(1183,2113,1184) F(2114,1191,1193) F(2115,1194,1196) F(2116,2117,2118) F(1291,2119,1292) F(2120,2121,2122) F(2123,1206,1208) F(2124,1209,1211) F(2125,1212,1214) F(1279,2126,1280) F(2127,2128,2129) 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) \
 \
SHAPE(icosahedron, \
    { F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,19,20) F(21,22,23) F(24,25,26) F(27,28,29) F(30,31,32) F(33,34,35) F(36,37,38) F(39,40,41) F(42,43,44) F(45,46,47) F(48,49,50) F(51,52,53) F(54,55,56) F(57,58,59) F(60,61,62) F(63,64,65) F(66,67,68) F(69,70,71) F(72,73,74) F(75,76,77) F(78,79,80) F(81,82,83) F(84,85,86) F(87,88,89) F(90,91,92) F(93,94,95) F(96,97,98) F(99,100,101) F(102,103,104) F(105,106,107) F(108,109,110) F(111,112,113) F(114,115,116) F(117,118,119) F(120,121,122) F(123,124,125) F(126,127,128) F(129,130,131) F(132,133,134) F(135,136,137) F(138,139,140) F(141,142,143) F(144,145,146) F(147,148,149) F(150,151,152) F(153,154,155) F(156,157,158) F(159,160,161) F(162,163,164) F(165,166,167) F(168,169,170) F(171,172,173) F(174,175,176) F(177,178,179) F(180,181,182) F(183,184,185) F(186,187,188) F(189,190,191) F(192,193,194) F(195,196,197) F(198,199,200) F(201,202,203) F(204,205,206) F(207,208,209) F(210,211,212) F(213,214,215) F(216,217,218) F(219,220,221) F(222,223,224) F(225,226,227) F(228,229,230) F(231,232,233) F(234,235,236) F(237,238,239) }, \
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P(-0.850648,0.0,0.525736)N(-0.700224,-0.268032,0.661699)S(0.629483,0.257809) P(-0.723607,-0.525725,0.447220)N(-0.700224,-0.268032,0.661699)S(0.559074,0.235426) P(-0.425323,-0.309011,0.850654)N(-0.700224,-0.268032,0.661699)S(0.605870,0.146392) P(0.162456,0.499995,0.850654)N(-0.102381,0.315090,0.943523)S(0.178000,0.607297) P(-0.425323,0.309011,0.850654)N(-0.102381,0.315090,0.943523)S(0.140729,0.703695) P(0.0,0.0,1.0)N(-0.102381,0.315090,0.943523)S(0.089054,0.628311) P(0.162456,0.499995,0.850654)N(-0.187594,0.577345,0.794658)S(0.865379,0.248515) P(-0.262869,0.809012,0.525738)N(-0.187594,0.577345,0.794658)S(0.770689,0.320326) P(-0.425323,0.309011,0.850654)N(-0.187594,0.577345,0.794658)S(0.731749,0.207877) P(-0.262869,0.809012,0.525738)N(-0.471300,0.583122,0.661699)S(0.770689,0.320326) P(-0.723607,0.525725,0.447220)N(-0.471300,0.583122,0.661699)S(0.691483,0.301970) P(-0.425323,0.309011,0.850654)N(-0.471300,0.583122,0.661699)S(0.731749,0.207877) P(0.525730,0.0,0.850652)N(0.268034,0.194737,0.943523)S(0.101529,0.537771) P(0.162456,0.499995,0.850654)N(0.268034,0.194737,0.943523)S(0.178000,0.607297) P(0.0,0.0,1.0)N(0.268034,0.194737,0.943523)S(0.089054,0.628311) P(0.525730,0.0,0.850652)N(0.491119,0.356821,0.794657)S(0.999892,0.211225) P(0.688189,0.499997,0.525736)N(0.491119,0.356821,0.794657)S(0.964931,0.346361) P(0.162456,0.499995,0.850654)N(0.491119,0.356821,0.794657)S(0.865379,0.248515) P(0.688189,0.499997,0.525736)N(0.408946,0.628425,0.661699)S(0.964931,0.346361) P(0.276388,0.850649,0.447220)N(0.408946,0.628425,0.661699)S(0.853925,0.359775) P(0.162456,0.499995,0.850654)N(0.408946,0.628425,0.661699)S(0.865379,0.248515) } \
) \
 \
SHAPE(camera, /* no ST */ \
    /*{ F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,19,20) F(21,22,23) F(24,25,26) F(27,28,29) F(30,31,32) F(33,34,35) F(36,37,38) F(39,40,41) F(42,43,44) F(45,46,47) F(48,49,50) F(51,52,53) F(54,55,56) F(57,58,59) F(60,61,62) F(63,64,65) F(66,67,68) F(69,70,71) F(72,73,74) F(75,76,77) F(78,79,80) F(81,82,83) F(84,85,86) F(87,88,89) F(90,91,92) F(93,94,95) F(96,97,98) F(96,98,99) F(96,99,100) F(96,100,101) F(96,101,102) F(96,102,103) F(96,103,104) F(96,104,105) F(96,105,106) F(96,106,107) F(96,107,108) F(96,108,109) F(96,109,110) F(96,110,111) F(96,111,112) F(96,112,113) F(96,113,114) F(96,114,115) F(96,115,116) F(96,116,117) F(96,117,118) F(96,118,119) F(96,119,120) F(96,120,121) F(96,121,122) F(96,122,123) F(96,123,124) F(96,124,125) F(96,125,126) F(96,126,127) F(96,127,128) F(128,97,96) F(129,130,131) F(130,131,132) F(133,134,135) F(134,135,136) F(137,138,139) F(138,139,140) F(141,142,143) F(142,143,144) F(145,146,147) F(146,147,148) F(149,150,151) F(150,151,152) }, */ \
    { F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,19,20) F(21,22,23) F(24,25,26) F(27,28,29) F(30,31,32) F(33,34,35) F(36,37,38) F(39,40,41) F(42,43,44) F(45,46,47) F(48,49,50) F(51,52,53) F(54,55,56) F(57,58,59) F(60,61,62) F(63,64,65) F(66,67,68) F(69,70,71) F(72,73,74) F(75,76,77) F(78,79,80) F(81,82,83) F(84,85,86) F(87,88,89) F(90,91,92) F(93,94,95) F(96,97,98) F(96,98,99) F(96,99,100) F(96,100,101) F(96,101,102) F(96,102,103) F(96,103,104) F(96,104,105) F(96,105,106) F(96,106,107) F(96,107,108) F(96,108,109) F(96,109,110) F(96,110,111) F(96,111,112) F(96,112,113) F(96,113,114) F(96,114,115) F(96,115,116) F(96,116,117) F(96,117,118) F(96,118,119) F(96,119,120) F(96,120,121) F(96,121,122) F(96,122,123) F(96,123,124) F(96,124,125) F(96,125,126) F(96,126,127) F(96,127,128) F(128,97,96) Q(129,130,131,132) Q(133,134,135,136) Q(137,138,139,140) Q(141,142,143,144) Q(145,146,147,148) Q(149,150,151,152) }, \
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P(0.694463,-1.039337,1.972152)N(0.0,0.0,-1.0)S(0,0) P(0.478354,-1.154850,1.972152)N(0.0,0.0,-1.0)S(0,0) P(0.243863,-1.225982,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-0.0,-1.25,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-0.243863,-1.225981,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-0.478355,-1.154849,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-0.694463,-1.039337,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-0.883884,-0.883883,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-1.039338,-0.694462,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-1.154850,-0.478353,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-1.225982,-0.243862,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-1.25,0.000001,1.972152)N(0.0,0.0,-1.0)S(0,0) P(-1.225981,0.243864,1.972152)N(0.0,-0.0,-1.0)S(0,0) P(-1.154849,0.478356,1.972152)N(0.0,-0.0,-1.0)S(0,0) P(-1.039336,0.694464,1.972152)N(0.0,-0.0,-1.0)S(0,0) P(-0.883882,0.883885,1.972152)N(0.0,-0.0,-1.0)S(0,0) P(-0.694461,1.039338,1.972152)N(0.0,-0.0,-1.0)S(0,0) P(-0.478353,1.154850,1.972152)N(0.0,-0.0,-1.0)S(0,0) P(-0.243861,1.225982,1.972152)N(0.0,-0.0,-1.0)S(0,0) P(1.0,1.0,-1.0)N(0.0,0.0,-1.0)S(0,0) P(1.0,-1.0,-1.0)N(0.0,0.0,-1.0)S(0,0) P(-1.0,-1.0,-1.0)N(0.0,0.0,-1.0)S(0,0) P(-1.0,1.0,-1.0)N(0.0,0.0,-1.0)S(0,0) P(1.0,0.999999,1.0)N(0.0,-0.0,1.0)S(0,0) P(-1.0,1.0,1.0)N(0.0,-0.0,1.0)S(0,0) P(-1.0,-1.0,1.0)N(0.0,-0.0,1.0)S(0,0) P(0.999999,-1.000001,1.0)N(0.0,-0.0,1.0)S(0,0) P(1.0,1.0,-1.0)N(1.0,-0.0,0.0)S(0,0) P(1.0,0.999999,1.0)N(1.0,-0.0,0.0)S(0,0) P(0.999999,-1.000001,1.0)N(1.0,-0.0,0.0)S(0,0) P(1.0,-1.0,-1.0)N(1.0,-0.0,0.0)S(0,0) P(1.0,-1.0,-1.0)N(-0.0,-1.0,-0.0)S(0,0) P(0.999999,-1.000001,1.0)N(-0.0,-1.0,-0.0)S(0,0) P(-1.0,-1.0,1.0)N(-0.0,-1.0,-0.0)S(0,0) P(-1.0,-1.0,-1.0)N(-0.0,-1.0,-0.0)S(0,0) P(-1.0,-1.0,-1.0)N(-1.0,0.0,-0.0)S(0,0) P(-1.0,-1.0,1.0)N(-1.0,0.0,-0.0)S(0,0) P(-1.0,1.0,1.0)N(-1.0,0.0,-0.0)S(0,0) P(-1.0,1.0,-1.0)N(-1.0,0.0,-0.0)S(0,0) P(1.0,0.999999,1.0)N(0.0,1.0,0.0)S(0,0) P(1.0,1.0,-1.0)N(0.0,1.0,0.0)S(0,0) P(-1.0,1.0,-1.0)N(0.0,1.0,0.0)S(0,0) P(-1.0,1.0,1.0)N(0.0,1.0,0.0)S(0,0) } \
) \
 \
SHAPE(camera2, /* no NRM no ST */ \
    { Q(0,1,2,3) Q(3,4,5,0) Q(4,6,7,5) Q(1,7,6,2) Q(1,0,5,7) Q(6,4,3,2) Q(8,9,10,11) Q(11,10,12,13) Q(13,12,14,15) Q(16,17,18,19) Q(19,18,9,8) Q(20,21,22,23) Q(23,22,24,25) Q(25,24,26,27) Q(27,26,28,29) Q(29,28,30,31) Q(31,30,32,33) Q(33,32,34,35) Q(35,34,36,37) Q(37,36,38,39) Q(39,38,21,20) Q(17,16,40,41) Q(15,14,41,40) Q(42,43,44,45) Q(45,44,46,47) Q(47,46,48,49) Q(49,48,50,51) Q(51,50,52,53) Q(53,52,54,55) Q(55,54,56,57) Q(57,56,58,59) Q(59,58,60,61) Q(61,60,62,63) Q(63,62,64,65) Q(65,64,43,42) Q(66,67,68,69) Q(69,68,70,71) Q(71,70,72,73) Q(73,72,74,75) Q(75,74,76,77) Q(77,76,78,79) Q(79,78,80,81) Q(81,80,82,83) Q(83,82,84,85) Q(85,84,86,87) Q(87,86,88,89) Q(89,88,67,66) }, \
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) \
 \
SHAPE(icosphere, \
    { F(0,1,2) F(3,4,5) F(6,7,8) F(9,10,11) F(12,13,14) F(15,16,17) F(18,19,20) F(21,22,23) F(24,25,26) F(27,28,29) F(30,31,32) F(33,34,35) F(36,37,38) F(39,40,41) F(42,43,44) F(45,46,47) F(48,49,50) F(51,52,53) F(54,55,56) F(57,58,59) F(60,61,62) F(63,64,65) F(66,67,68) F(69,70,71) F(72,73,74) F(75,76,77) F(78,79,80) F(81,82,83) F(84,85,86) F(87,88,89) F(90,91,92) F(93,94,95) F(96,97,98) F(99,100,101) F(102,103,104) F(105,106,107) F(108,109,110) F(111,112,113) F(114,115,116) F(117,118,119) F(120,121,122) F(123,124,125) F(126,127,128) F(129,130,131) F(132,133,134) F(135,136,137) F(138,139,140) F(141,142,143) F(144,145,146) F(147,148,149) F(150,151,152) F(153,154,155) F(156,157,158) F(159,160,161) F(162,163,164) F(165,166,167) F(168,169,170) F(171,172,173) F(174,175,176) F(177,178,179) F(180,181,182) F(183,184,185) F(186,187,188) F(189,190,191) F(192,193,194) F(195,196,197) F(198,199,200) F(201,202,203) F(204,205,206) F(207,208,209) F(210,211,212) F(213,214,215) F(216,217,218) F(219,220,221) F(222,223,224) F(225,226,227) F(228,229,230) F(231,232,233) F(234,235,236) F(237,238,239) }, \
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SHAPE(circle, \
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SHAPE(minicam, \
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SHAPE(ring, \
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) 

/*
SHAPE(capsule, \
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) \
SHAPE(cuberound, \
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)
*/

#ifndef SHAPE_DECLARE
#define SHAPE_DECLARE(prim,F,V) \
    extern const float shape_##prim##_vertex[]; \
    extern const int   shape_##prim##_vertex_bytelen; \
    extern const int   shape_##prim##_vertex_count; \
    extern const int   shape_##prim##_face[]; \
    extern const int   shape_##prim##_face_bytelen; \
    extern const int   shape_##prim##_face_count;
#endif

SHAPE_XMACRO(SHAPE_DECLARE);

#endif

#ifdef SHAPE_C
#pragma once

#ifndef SHAPE_DEFINE
#define SHAPE_DEFINE(prim,F,V) \
    const float shape_##prim##_vertex[] = V; \
    const int   shape_##prim##_vertex_bytelen = (int)(sizeof(shape_##prim##_vertex)); \
    const int   shape_##prim##_vertex_count = (int)(sizeof(shape_##prim##_vertex) / (3*sizeof(0[shape_##prim##_vertex]))); \
    const int   shape_##prim##_face[] = F; \
    const int   shape_##prim##_face_bytelen = (int)(sizeof(shape_##prim##_face)); \
    const int   shape_##prim##_face_count = (int)(sizeof(shape_##prim##_face) / (3*sizeof(0[shape_##prim##_face])));
#endif

SHAPE_XMACRO(SHAPE_DEFINE);

#endif
